# The potential energy for the force between two atoms in a diatomic molecule has the approx— imate form I? a U (X) = —F + T, where x is the distance between the atoms, and a, b are positive constants. Find the force. Assuming that one of the atoms is relatively heavy, and remains at rest while the other, whose mass is m, moves in a straight line, ﬁnd the equilibrium distance, and the period of small oscillations about the equilibrium position.

The potential energy for the force between two atoms in a diatomic molecule has the approx—

imate form I?

a

U (X) = —F + T, where x is the distance between the atoms, and a, b are positive constants. Find the force.

Assuming that one of the atoms is relatively heavy, and remains at rest while the other,

whose mass is m, moves in a straight line, ﬁnd the equilibrium distance, and the period of

small oscillations about the equilibrium position.

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The post The potential energy for the force between two atoms in a diatomic molecule has the approx— imate form I? a U (X) = —F + T, where x is the distance between the atoms, and a, b are positive constants. Find the force. Assuming that one of the atoms is relatively heavy, and remains at rest while the other, whose mass is m, moves in a straight line, ﬁnd the equilibrium distance, and the period of small oscillations about the equilibrium position. appeared first on Superb Professors.